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Using Bids, Arguments and Preferences in Sensitive Multi-unit Assignments: A p-Equitable Process and a Course Allocation Case Study

机译:在敏感的多单元作业中使用出价,参数和偏好:p公平过程和课程分配案例研究

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摘要

Bonus distribution in enterprises or course allocation at universities are examples of sensitive multi-unit assignment problems, where a set of resources is to be allocated among a set of agents having multi-unit demands. Automatic processes exist, based on quantitative information, for example bids or preference ranking, or even on lotteries. In sensitive cases, however, decisions are taken by persons also using qualitative information. At present, no multi-unit assignment system supports both quantitative and qualitative information. In this paper, we propose MUAP-LIS, an interactive process for multi-assignment problems where, in addition to bids and preferences, agents can give arguments to motivate their choices. Bids are used to automatically make pre-assignments, qualitative arguments and preferences help decision makers break ties in a founded way. A group decision support system, based on Logical Information Systems, allows decision makers to handle bids, arguments and preferences in a unified interface. We say that a process is p-equitable for a property p if all agents satisfying p are treated equally. We formally demonstrate that MUAP-LIS is p-equitable for a number of properties on bids, arguments and preferences. It is also Pareto-efficient and Gale-Shapley-stable with respect to bids. A successful course allocation case study is reported. It spans over two university years. The decision makers were confident about the process and the resulting assignment. Furthermore, the students, even the ones who did not get all their wishes, found the process to be equitable.
机译:企业中的奖金分配或大学中的课程分配是敏感的多单元分配问题的示例,其中要在具有多单元需求的一组代理之间分配一组资源。存在自动过程,该过程基于定量信息,例如出价或偏好排名,甚至是彩票。但是,在敏感情况下,人员也使用定性信息来做出决策。当前,没有任何多单元分配系统支持定量和定性信息。在本文中,我们提出了MUAP-LIS,这是一个用于多任务分配问题的交互式过程,在该过程中,除了出价和偏好之外,代理商还可以提供论点以激励他们的选择。出价用于自动进行预先分配,定性的论据和偏好,可帮助决策者以既定的方式打破联系。基于逻辑信息系统的团队决策支持系统使决策者可以在统一的界面中处理投标,论点和偏好。我们说,如果平等对待所有满足p的主体,则过程对于属性p是p相等的。我们正式证明MUAP-LIS对于出价,参数和偏好的许多属性都是p等价的。在出价方面,它也是帕累托高效且Gale-Shapley稳定的。报告了成功的课程分配案例研究。它跨越了两个大学学年。决策者对流程和结果分配充满信心。此外,学生,甚至是那些没有如愿以偿的学生,都认为过程是公平的。

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